Question: 2 Task 1 (Applying Dijkstra's Shortest Path Algorithm) 25 points 24 22 2 Figure 1: A directed graph Fig. I shows a directed graph that

2 Task 1 (Applying Dijkstra's Shortest Path Algorithm) 25 points 24 22 2 Figure 1: A directed graph Fig. I shows a directed graph that represents a transportation network. The given arc weights are the travel distances for traversing the arc. Determine a shortest path that starts in node 1 and terminates in node 6. Use the tabular representation (Tab. 1) to store and present the label values developed during the iterations. Indicate the identified shortest path and give the associated travel distance. Mark every permant label value by an . Indicate the associated predecessor node for each label. iteration selected node label value for node i 1 2 3 4 5 6 7 8 1 2 3 4 5 6 7 8 Table 1: Tabular representation of Dijkstra's iterative procedure

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